Savings Plan Calculator
Build a daily, weekly, bi-weekly, or monthly deposit challenge and see every planned contribution.
Plan inputs
Results
Deposit schedule
| Period | Deposit | Increase from first | Running balance |
|---|
How to use this savings plan calculator
What this calculator does
This calculator creates a simple deposit challenge in which the amount saved can stay fixed or rise by the same dollar amount every period. It estimates the final balance, the last and average deposit, the total increase from the first to the last contribution, and a complete running schedule. It does not include interest, investment returns, account fees, taxes, missed deposits, or inflation, so treat the result as a cash-contribution plan rather than a bank-account or investment forecast.
When to use it
Use it to design a 52-week money challenge, a 100-day challenge, a short monthly sinking-fund plan, or any other routine where contributions follow a predictable arithmetic pattern. It is also useful for testing whether the final deposits become too large for your budget before you commit to the challenge.
How to calculate
- The calculator opens with a ready-to-use example: 52 weekly deposits starting at $1 and increasing by $1 each week. Its results and Excel workbook are available immediately.
- Choose Deposit frequency, then replace Number of deposits, First deposit, and Increase each deposit by with your plan.
- Read Final balance first, then check Last deposit to confirm the final contribution is affordable. Review the schedule for the exact deposit and running balance in every period.
- Select Download Excel to save the current inputs and schedule as a validated workbook. Reset clears the demonstration data and results; Excel remains unavailable until a complete valid plan is entered again.
Input guide
Deposit frequency is required and accepts Daily, Weekly, Bi-weekly, or Monthly. It changes period wording, not the arithmetic. For example, “Weekly” with 52 deposits describes a year-long weekly challenge. A common mistake is assuming frequency automatically changes the number of deposits.
Number of deposits is a required whole number from 1 through 1,000. Enter plain digits, such as 52. More deposits generally increase the final balance and can make the last deposit larger. Decimals, scientific notation, commas, and negative values are rejected.
First deposit is a required nonnegative U.S. dollar amount up to $1 billion, entered with a period as the decimal separator, such as 25 or 25.50. A higher starting deposit raises every schedule balance. Do not use a comma as a decimal separator.
Increase each deposit by is a required nonnegative dollar amount, such as 5.00. Enter 0 for equal deposits. A higher increase steepens the plan and raises the last contribution quickly, so check affordability rather than looking only at the final total.
Output guide
Final balance is the exact sum of planned deposits before interest or fees. Last deposit is the contribution required in the final period. Average deposit is the arithmetic mean of the first and last deposits. Total increase is the difference between the last and first deposit, and Deposit count repeats the number of periods as an integer.
The Deposit schedule lists Period, Deposit, Increase from first, and Running balance. A zero increase produces equal deposits. A high final deposit may signal that the challenge needs a smaller increase, fewer periods, or a higher but fixed starting amount. These outputs are exact identities for the entered sequence, but they are not recommendations about how much you personally should save.
Worked example
With 52 weekly deposits, a $1 first deposit, and a $1 increase, the last deposit is $52. The final balance is the arithmetic-series sum: 52 × ($1 + $52) ÷ 2 = $1,378.00. The average deposit is $26.50, and the total increase is $51.00. Those figures match the first-open results and workbook.
For background, see the Consumer Financial Protection Bureau savings resources and the Federal Trade Commission guidance on making a budget.
Formula and planning interpretation
Last deposit = first deposit + (number of deposits – 1) × increase. Final balance = number of deposits × (first deposit + last deposit) ÷ 2.
This arithmetic-sequence model is most useful when consistency matters more than return assumptions. Before starting, compare the largest scheduled deposit with your expected cash flow. The FDIC Money Smart financial education program offers additional material on saving and managing money. For longer-term goals where interest matters, use a compound-growth model instead of adding assumed returns to this schedule by hand.